런 규칙이 혼합된 슈와르트 관리도의 통계적 설계 = Statistical design of Shewhart control chart with runs rules

참고문헌 (Reference)

1 임태진, "선택적 누적합(S-CUSUM) 관리도" 한국품질경영학회 33 (33): 126-134, 2005

2 이호중, "두 개의 이상원인을 고려한 VSSI X 관리도의 경제적－통계적 설계" 대한산업공학회 31 (31): 10-10, 2005

3 박창순, "VSI와 VSS 관리도의 경제적 효율 비교" 한국품질경영학회 30 (30): 8-117, 2002

4 송서일, "VSI EWMA 관리도의 경제적 통계적 설계" 한국품질경영학회 32 (32): 92-101, 2004

5 Acosta-Mejia, C.A., "Two Sets to Runs Rules for the X Chart" 19 : 129-136, 2007

6 Khoo, M.B.C., "Two Improved Runs rules for the Shewhart X Control Chart" 18 : 173-178, 2006

7 Klein, M., "Two Alternatives to the Shewhart X Control Chart" 32 : 427-431, 2000

8 Woodall, W.H., "The statistical design of quality control charts" 34 : 155-160, 1985

9 Taylor, H.M., "The Economic Design of Cumulative Sum Control Charts" 10 (10): 479-488, 1968

10 Fu, J.C., "On the average run lengths of quality control schemes using a Markov chain approach" 56 : 369-380, 2002

11 Champ, C.W., "Exact Results for Shewhart Control Charts With Sup-plementaryRuns Rules" 29 (29): 393-399, 1987

12 Prabhu, S.S., "Economic-Statistical Design of an Adaptive X Chart" 49 : 1-15, 1997

13 Costa, A.F.B., "Economic design of two-stage charts: The Markov chain approach" 95 (95): 9-20, 2005

14 Chen, Y.K., "Economic Design of the VSSI X Control Charts for Correlated Data" 107 (107): 528-539, 2007

15 Chung, K.J., "Determination of Optimal Design Parameters of an X Control Chart" 43 (43): 1151-1157, 1992

16 Brook, D., "An approach to the Probability Distribution of CUSUM Run Lengths" 59 : 539-549, 1972

17 Bai, D.S., "An Economic Design of Variable Sampling Interval X Control Charts" 54 : 57-64, 1998

18 Hurwitz A., "A very Simple Set of Process Control Rules" 5 (5): 21-29, 1992

19 Fu, J.C., "A unified Markov chain approach for computing the run length distribution in control charts with simple or compound rules" 65 : 457-466, 2003